Mukund CPOP analysis

#CPOP data
GSE46474 = getGEO("GSE46474")[[1]]
Found 1 file(s)
GSE46474_series_matrix.txt.gz
GSE36059 = getGEO("GSE36059")[[1]]
Found 1 file(s)
GSE36059_series_matrix.txt.gz
Using locally cached version of GPL570 found here:
C:\Users\lmcca\AppData\Local\Temp\RtmpoVR8T7/GPL570.soft.gz 
GSE48581 = getGEO("GSE48581")[[1]]
Found 1 file(s)
GSE48581_series_matrix.txt.gz
Using locally cached version of GPL570 found here:
C:\Users\lmcca\AppData\Local\Temp\RtmpoVR8T7/GPL570.soft.gz 
# The below is what the user uploads
# GSE129166 = getGEO("GSE129166")[[1]]
# The below is not important
#GSE15296 = getGEO("GSE15296")[[1]]
gene_names = function(gse) {
  fData(gse)$`Gene Symbol` = unlist(lapply(strsplit(fData(gse)$`Gene Symbol`, " /// ", 1), `[`, 1))

  idx = which(!duplicated(fData(gse)$`Gene Symbol`) & !is.na(fData(gse)$`Gene Symbol`))
  gse = gse[idx,]
  rownames(gse) = fData(gse)$`Gene Symbol`
  
  return(gse)
}

GSE46474 = gene_names(GSE46474)
GSE36059 = gene_names(GSE36059)
GSE48581 = gene_names(GSE48581)
pData(GSE46474)
pData(GSE36059)
pData(GSE48581)
## keeping only the 100 most variable genes in my data frame 
exp_GSE36059 = (exprs(GSE36059))
Variance = rowVars(as.matrix(exp_GSE36059))
Variance = as.data.frame(Variance)
exp_GSE36059 = as.data.frame(exp_GSE36059)
exp_GSE36059 = cbind(exp_GSE36059, variance = Variance)
exp_GSE36059 = slice_max(exp_GSE36059, order_by = Variance, n = 2000)
exp_GSE36059 = subset(exp_GSE36059, select = -c(Variance))
row_names_exp_GSE36059 = rownames(exp_GSE36059)


exp_GSE46474 = (exprs(GSE46474))
Variance = rowVars(as.matrix(exp_GSE46474))
Variance = as.data.frame(Variance)
exp_GSE46474 = as.data.frame(exp_GSE46474)
exp_GSE46474 = cbind(exp_GSE46474, variance = Variance)
exp_GSE46474 = slice_max(exp_GSE46474, order_by = Variance, n = 2000)
exp_GSE46474 = subset(exp_GSE46474, select = -c(Variance))
row_names_exp_GSE46474 = rownames(exp_GSE46474)


exp_GSE48581 = (exprs(GSE48581))
Variance = rowVars(as.matrix(exp_GSE48581))
Variance = as.data.frame(Variance)
exp_GSE48581 = as.data.frame(exp_GSE48581)
exp_GSE48581 = cbind(exp_GSE48581, variance = Variance)
exp_GSE48581 = slice_max(exp_GSE48581, order_by = Variance, n = 2000)
exp_GSE48581 = subset(exp_GSE48581, select = -c(Variance))
row_names_exp_GSE48581 = rownames(exp_GSE48581)


intersection = intersect(row_names_exp_GSE36059, row_names_exp_GSE46474)
intersection = intersect(intersection, row_names_exp_GSE48581)

exp_GSE36059 = as.data.frame(t(as.matrix(exp_GSE36059)))
exp_GSE36059 = subset(exp_GSE36059, select = c(intersection))

exp_GSE46474 = as.data.frame(t(as.matrix(exp_GSE46474)))
exp_GSE46474 = subset(exp_GSE46474, select = c(intersection))

exp_GSE48581 = as.data.frame(t(as.matrix(exp_GSE48581)))
exp_GSE48581 = subset(exp_GSE48581, select = c(intersection))

GSE36059_id <- data.frame("Dataset" = rep("GSE36059",nrow(exp_GSE36059)))
GSE46474_id <- data.frame("Dataset" = rep("GSE46474",nrow(exp_GSE46474)))
GSE48581_id <- data.frame("Dataset" = rep("GSE48581",nrow(exp_GSE48581)))

z1 = exp_GSE36059 %>% as.matrix()
z3 = exp_GSE46474 %>% as.matrix()
z2 = exp_GSE48581 %>% as.matrix()

## arcsine transformation

exp_GSE36059_arc <- exp_GSE36059
exp_GSE36059_arc = exp_GSE36059_arc / max(exp_GSE36059_arc)
exp_GSE36059_arc = asin(sqrt(exp_GSE36059_arc))

exp_GSE46474_arc <- exp_GSE46474
exp_GSE46474_arc = exp_GSE46474_arc / max(exp_GSE46474_arc)
exp_GSE46474_arc = asin(sqrt(exp_GSE46474_arc))

exp_GSE48581_arc <- exp_GSE48581
exp_GSE48581_arc = exp_GSE48581_arc / max(exp_GSE48581_arc)
exp_GSE48581_arc = asin(sqrt(exp_GSE48581_arc))

z1_pairwise = pairwise_col_diff(z1) %>% as.matrix()
z2_pairwise = pairwise_col_diff(z2) %>% as.matrix()
z3_pairwise = pairwise_col_diff(z3) %>% as.matrix()


z1_arc = pairwise_col_diff(exp_GSE36059_arc) %>% as.matrix()
z3_arc = pairwise_col_diff(exp_GSE46474_arc) %>% as.matrix()
z2_arc = pairwise_col_diff(exp_GSE48581_arc) %>% as.matrix()

## log transform

exp_GSE36059_log <- exp_GSE36059
exp_GSE36059_log = exp_GSE36059_log + 1
exp_GSE36059_log = log(exp_GSE36059_log)

exp_GSE46474_log <- exp_GSE46474
exp_GSE46474_log = exp_GSE46474_log + 1
exp_GSE46474_log = log(exp_GSE46474_log)

exp_GSE48581_log <- exp_GSE48581
exp_GSE48581_log = exp_GSE48581_log + 1
exp_GSE48581_log = log(exp_GSE48581_log)

z1_log = exp_GSE36059_log  %>% as.matrix()
z3_log = exp_GSE46474_log %>% as.matrix()
z2_log = exp_GSE48581_log %>% as.matrix()

# View(z1_log)

getting the results vectors

p_GSE46474 = pData(GSE46474)
p_GSE48581 = pData(GSE48581) 
p_GSE36059 = pData(GSE36059) 

p_GSE36059$diagnosis = ifelse(p_GSE36059$characteristics_ch1 == "diagnosis: non-rejecting", 0, 1)
p_GSE48581$diagnosis = ifelse(p_GSE48581$characteristics_ch1.1 == "diagnosis (tcmr, abmr, mixed, non-rejecting, nephrectomy): non-rejecting", 0, 1)
p_GSE46474$diagnosis = ifelse(p_GSE46474$characteristics_ch1.5 == "procedure status: post-transplant non-rejection (NR)", 0, 1)

y1 = as.factor(p_GSE36059$diagnosis)
y2 = as.factor(p_GSE48581$diagnosis)
y3 = as.factor(p_GSE46474$diagnosis)
### GSE36059
### GSE48581
# these have reject + stable but categorized in more detail -> either have more groups that we are predicting, or we could do purely binary 

Predicting Gender

z1_pairwise = data.frame(pairwise_col_diff(z1_log) %>% as.matrix())
z2_pairwise = data.frame(pairwise_col_diff(z2_log) %>% as.matrix())
z3_pairwise = data.frame(pairwise_col_diff(z3_log) %>% as.matrix())
z3_pairwise
p_GSE46474 = pData(GSE46474)
p_GSE46474$outcome = ifelse(p_GSE46474$characteristics_ch1.1 == "Sex: M", 0, 1)
p_GSE46474
pairwise_preprocess = function(exp_GSE, top_x) {
  Variance = rowVars(as.matrix(exp_GSE))
  Variance = as.data.frame(Variance)
  exp_GSE = as.data.frame(exp_GSE)
  exp_GSE = cbind(exp_GSE, variance = Variance)
  exp_GSE = slice_max(exp_GSE, order_by = Variance, n = top_x)
  exp_GSE = subset(exp_GSE, select = -c(Variance))
  row_names_exp_GSE = rownames(exp_GSE)
  exp_GSE = as.data.frame(t(as.matrix(exp_GSE)))
  
  return(exp_GSE)
}
pairwise = function(exp_GSE, intersection, transform_type) {
  
  #exp_GSE = subset(exp_GSE, select = c(intersection))
  
  z = exp_GSE
  
  if (transform_type == "Arc") {
    z = z / max(z)
    z = asin(sqrt(z))
    z = pairwise_col_diff(z) %>% as.matrix()
  }
  else if (transform_type == "Log") {
    z = z + 1
    z = log(z)
    z = pairwise_col_diff(z) %>% as.matrix()
  }
  else if (transform_type == "Pair"){
    z = z %>% as.matrix()
    z_pairwise = pairwise_col_diff(z) %>% as.matrix()
    
  }
  z = data.frame(z)
  
  return(z)
}
z = pairwise_preprocess(exprs(GSE46474), 50)
known_genes = c("XIST", "EIF1AY", "ANKRD44")
z = z %>% select(known_genes) 
Note: Using an external vector in selections is ambiguous.
i Use `all_of(known_genes)` instead of `known_genes` to silence this message.
i See <https://tidyselect.r-lib.org/reference/faq-external-vector.html>.
This message is displayed once per session.
z = pairwise(z, NULL, "Log")
z
test1 = data.frame(z1) %>% select(known_genes)
test2 = data.frame(z2) %>% select(known_genes)

test1 = pairwise(test1, NULL, "Log")
test2 = pairwise(test2, NULL, "Log")

outcome1 = knn(z, test1, p_GSE46474$outcome, k=3)
outcome2 = knn(z, test2, p_GSE46474$outcome, k=3)

p_GSE46474$outcome
 [1] 0 0 1 1 1 0 0 1 0 1 0 0 0 0 0 1 0 1 0 0 0 1 0 0 1 0 1 1 0 1 0 0 0 0 0 0 1 0 1 0
z1_pairwise$outcome = y1
z2_pairwise$outcome = y2
z3_pairwise$outcome = y3

z1_pairwise$dataset = "GSE36059"
z2_pairwise$dataset = "GSE48581"
z3_pairwise$dataset = "GSE46474"

z1_pairwise$gender_outcome = outcome1
z2_pairwise$gender_outcome = outcome2
z3_pairwise$gender_outcome = as.factor(p_GSE46474$outcome)
z1_pairwise
joined = union(union(z1_pairwise, z2_pairwise), z3_pairwise)
joined
write.csv(joined, "combined_dataset.csv")
# Assumes input dataframe is already sanitized
calculate_gender = function(dataframe) {
  colnames(dataframe) = lower(colnames(dataframe))
  outcome = NULL
  if ("outcome" %in% colnames(dataframe)) {
    outcome = dataframe$outcome
    dataframe = select(dataframe, -one_of("outcome"))
}
  if ("xist" %in% colnames(dataframe) && "eif1ay" %in% colnames(dataframe) && "ankrd44" %in% colnames(dataframe)) {
    outcome_df = dataframe %>% select(xist, eif1ay, ankrd44)
    outcome_df = dataframe + 1
    outcome_df = log(outcome_df)
    outcome_df = pairwise_col_diff(outcome_df) %>% as.matrix()
    outcome_df = data.frame(outcome_df)
    
    # Can replace this with an already preprocessed dataframe
    known_genes = c("xist", "eif1ay", "ankrd44")
    p_GSE46474 = pData(GSE46474)
    p_GSE46474$outcome = ifelse(p_GSE46474$characteristics_ch1.1 == "Sex: M", 0, 1)
    exprs_GSE46474 = data.frame(t(exprs(GSE46474)))
    colnames(exprs_GSE46474) = lower(colnames(exprs_GSE46474))
    exprs_GSE46474 = exprs_GSE46474 %>% select(known_genes)
    exprs_GSE46474 = exprs_GSE46474 + 1
    exprs_GSE46474 = log(exprs_GSE46474)
    exprs_GSE46474 = pairwise(exprs_GSE46474) %>% as.matrix()
    exprs_GSE46474 = data.frame(exprs_GSE46474)
    
    model = knn(exprs_GSE46474, outcome_df, p_GSE46474$outcome, k = 3)
    
    dataframe$gender = model
    dataframe$outcome = outcome
    
    return(dataframe)
    
  }
}
# Show boxplot for expression levels for each gene split by source dataset
---
title: "R Notebook"
output: html_notebook
---

```{r, include=FALSE}
library(tidyverse)
library(tuneR)
library(devtools)
library(ggplot2)
library(tsfeatures)
library(class)
library(cvTools)
library(randomForest)
library(GEOquery) 
library(R.utils)
library(reshape2)
library(limma)
library(dplyr)
library(e1071)
library(DT)
library(viridis)
library(plotly)
library(scales)
library(CPOP)
library(matrixStats)
library(visNetwork)
```

## Mukund CPOP analysis 
```{r}
#CPOP data
GSE46474 = getGEO("GSE46474")[[1]]
GSE36059 = getGEO("GSE36059")[[1]]
GSE48581 = getGEO("GSE48581")[[1]]


# The below is what the user uploads
# GSE129166 = getGEO("GSE129166")[[1]]
# The below is not important
#GSE15296 = getGEO("GSE15296")[[1]]
```


```{r}
gene_names = function(gse) {
  fData(gse)$`Gene Symbol` = unlist(lapply(strsplit(fData(gse)$`Gene Symbol`, " /// ", 1), `[`, 1))

  idx = which(!duplicated(fData(gse)$`Gene Symbol`) & !is.na(fData(gse)$`Gene Symbol`))
  gse = gse[idx,]
  rownames(gse) = fData(gse)$`Gene Symbol`
  
  return(gse)
}

GSE46474 = gene_names(GSE46474)
GSE36059 = gene_names(GSE36059)
GSE48581 = gene_names(GSE48581)
```

```{r}
pData(GSE46474)
pData(GSE36059)
pData(GSE48581)
```


```{r}
## keeping only the 100 most variable genes in my data frame 
exp_GSE36059 = (exprs(GSE36059))
Variance = rowVars(as.matrix(exp_GSE36059))
Variance = as.data.frame(Variance)
exp_GSE36059 = as.data.frame(exp_GSE36059)
exp_GSE36059 = cbind(exp_GSE36059, variance = Variance)
exp_GSE36059 = slice_max(exp_GSE36059, order_by = Variance, n = 2000)
exp_GSE36059 = subset(exp_GSE36059, select = -c(Variance))
row_names_exp_GSE36059 = rownames(exp_GSE36059)


exp_GSE46474 = (exprs(GSE46474))
Variance = rowVars(as.matrix(exp_GSE46474))
Variance = as.data.frame(Variance)
exp_GSE46474 = as.data.frame(exp_GSE46474)
exp_GSE46474 = cbind(exp_GSE46474, variance = Variance)
exp_GSE46474 = slice_max(exp_GSE46474, order_by = Variance, n = 2000)
exp_GSE46474 = subset(exp_GSE46474, select = -c(Variance))
row_names_exp_GSE46474 = rownames(exp_GSE46474)


exp_GSE48581 = (exprs(GSE48581))
Variance = rowVars(as.matrix(exp_GSE48581))
Variance = as.data.frame(Variance)
exp_GSE48581 = as.data.frame(exp_GSE48581)
exp_GSE48581 = cbind(exp_GSE48581, variance = Variance)
exp_GSE48581 = slice_max(exp_GSE48581, order_by = Variance, n = 2000)
exp_GSE48581 = subset(exp_GSE48581, select = -c(Variance))
row_names_exp_GSE48581 = rownames(exp_GSE48581)


intersection = intersect(row_names_exp_GSE36059, row_names_exp_GSE46474)
intersection = intersect(intersection, row_names_exp_GSE48581)

exp_GSE36059 = as.data.frame(t(as.matrix(exp_GSE36059)))
exp_GSE36059 = subset(exp_GSE36059, select = c(intersection))

exp_GSE46474 = as.data.frame(t(as.matrix(exp_GSE46474)))
exp_GSE46474 = subset(exp_GSE46474, select = c(intersection))

exp_GSE48581 = as.data.frame(t(as.matrix(exp_GSE48581)))
exp_GSE48581 = subset(exp_GSE48581, select = c(intersection))

GSE36059_id <- data.frame("Dataset" = rep("GSE36059",nrow(exp_GSE36059)))
GSE46474_id <- data.frame("Dataset" = rep("GSE46474",nrow(exp_GSE46474)))
GSE48581_id <- data.frame("Dataset" = rep("GSE48581",nrow(exp_GSE48581)))

z1 = exp_GSE36059 %>% as.matrix()
z3 = exp_GSE46474 %>% as.matrix()
z2 = exp_GSE48581 %>% as.matrix()

## arcsine transformation

exp_GSE36059_arc <- exp_GSE36059
exp_GSE36059_arc = exp_GSE36059_arc / max(exp_GSE36059_arc)
exp_GSE36059_arc = asin(sqrt(exp_GSE36059_arc))

exp_GSE46474_arc <- exp_GSE46474
exp_GSE46474_arc = exp_GSE46474_arc / max(exp_GSE46474_arc)
exp_GSE46474_arc = asin(sqrt(exp_GSE46474_arc))

exp_GSE48581_arc <- exp_GSE48581
exp_GSE48581_arc = exp_GSE48581_arc / max(exp_GSE48581_arc)
exp_GSE48581_arc = asin(sqrt(exp_GSE48581_arc))

z1_pairwise = pairwise_col_diff(z1) %>% as.matrix()
z2_pairwise = pairwise_col_diff(z2) %>% as.matrix()
z3_pairwise = pairwise_col_diff(z3) %>% as.matrix()


z1_arc = pairwise_col_diff(exp_GSE36059_arc) %>% as.matrix()
z3_arc = pairwise_col_diff(exp_GSE46474_arc) %>% as.matrix()
z2_arc = pairwise_col_diff(exp_GSE48581_arc) %>% as.matrix()

## log transform

exp_GSE36059_log <- exp_GSE36059
exp_GSE36059_log = exp_GSE36059_log + 1
exp_GSE36059_log = log(exp_GSE36059_log)

exp_GSE46474_log <- exp_GSE46474
exp_GSE46474_log = exp_GSE46474_log + 1
exp_GSE46474_log = log(exp_GSE46474_log)

exp_GSE48581_log <- exp_GSE48581
exp_GSE48581_log = exp_GSE48581_log + 1
exp_GSE48581_log = log(exp_GSE48581_log)

z1_log = exp_GSE36059_log  %>% as.matrix()
z3_log = exp_GSE46474_log %>% as.matrix()
z2_log = exp_GSE48581_log %>% as.matrix()

# View(z1_log)
```



## getting the results vectors 
```{r}
p_GSE46474 = pData(GSE46474)
p_GSE48581 = pData(GSE48581) 
p_GSE36059 = pData(GSE36059) 

p_GSE36059$diagnosis = ifelse(p_GSE36059$characteristics_ch1 == "diagnosis: non-rejecting", 0, 1)
p_GSE48581$diagnosis = ifelse(p_GSE48581$characteristics_ch1.1 == "diagnosis (tcmr, abmr, mixed, non-rejecting, nephrectomy): non-rejecting", 0, 1)
p_GSE46474$diagnosis = ifelse(p_GSE46474$characteristics_ch1.5 == "procedure status: post-transplant non-rejection (NR)", 0, 1)

y1 = as.factor(p_GSE36059$diagnosis)
y2 = as.factor(p_GSE48581$diagnosis)
y3 = as.factor(p_GSE46474$diagnosis)
### GSE36059
### GSE48581
# these have reject + stable but categorized in more detail -> either have more groups that we are predicting, or we could do purely binary 
```

## Predicting Gender
```{r}
z1_pairwise = data.frame(pairwise_col_diff(z1_log) %>% as.matrix())
z2_pairwise = data.frame(pairwise_col_diff(z2_log) %>% as.matrix())
z3_pairwise = data.frame(pairwise_col_diff(z3_log) %>% as.matrix())
z3_pairwise
```
```{r}
p_GSE46474 = pData(GSE46474)
p_GSE46474$outcome = ifelse(p_GSE46474$characteristics_ch1.1 == "Sex: M", 0, 1)
p_GSE46474
```

```{r}
pairwise_preprocess = function(exp_GSE, top_x) {
  Variance = rowVars(as.matrix(exp_GSE))
  Variance = as.data.frame(Variance)
  exp_GSE = as.data.frame(exp_GSE)
  exp_GSE = cbind(exp_GSE, variance = Variance)
  exp_GSE = slice_max(exp_GSE, order_by = Variance, n = top_x)
  exp_GSE = subset(exp_GSE, select = -c(Variance))
  row_names_exp_GSE = rownames(exp_GSE)
  exp_GSE = as.data.frame(t(as.matrix(exp_GSE)))
  
  return(exp_GSE)
}
```

```{r}
pairwise = function(exp_GSE, intersection, transform_type) {
  
  #exp_GSE = subset(exp_GSE, select = c(intersection))
  
  z = exp_GSE
  
  if (transform_type == "Arc") {
    z = z / max(z)
    z = asin(sqrt(z))
    z = pairwise_col_diff(z) %>% as.matrix()
  }
  else if (transform_type == "Log") {
    z = z + 1
    z = log(z)
    z = pairwise_col_diff(z) %>% as.matrix()
  }
  else if (transform_type == "Pair"){
    z = z %>% as.matrix()
    z_pairwise = pairwise_col_diff(z) %>% as.matrix()
    
  }
  z = data.frame(z)
  
  return(z)
}
```

```{r}
z = pairwise_preprocess(exprs(GSE46474), 50)
known_genes = c("XIST", "EIF1AY", "ANKRD44")
z = z %>% select(known_genes) 
z = pairwise(z, NULL, "Log")
z
```
```{r}
test1 = data.frame(z1) %>% select(known_genes)
test2 = data.frame(z2) %>% select(known_genes)

test1 = pairwise(test1, NULL, "Log")
test2 = pairwise(test2, NULL, "Log")

outcome1 = knn(z, test1, p_GSE46474$outcome, k=3)
outcome2 = knn(z, test2, p_GSE46474$outcome, k=3)

p_GSE46474$outcome
```


```{r}
z1_pairwise$outcome = y1
z2_pairwise$outcome = y2
z3_pairwise$outcome = y3

z1_pairwise$dataset = "GSE36059"
z2_pairwise$dataset = "GSE48581"
z3_pairwise$dataset = "GSE46474"

z1_pairwise$gender_outcome = outcome1
z2_pairwise$gender_outcome = outcome2
z3_pairwise$gender_outcome = as.factor(p_GSE46474$outcome)
```

```{r}
z1_pairwise
```


```{r}
joined = union(union(z1_pairwise, z2_pairwise), z3_pairwise)
joined
```
```{r}
write.csv(joined, "combined_dataset.csv")
```


```{r}
# Assumes input dataframe is already sanitized
calculate_gender = function(dataframe) {
  colnames(dataframe) = lower(colnames(dataframe))
  outcome = NULL
  if ("outcome" %in% colnames(dataframe)) {
    outcome = dataframe$outcome
    dataframe = select(dataframe, -one_of("outcome"))
}
  if ("xist" %in% colnames(dataframe) && "eif1ay" %in% colnames(dataframe) && "ankrd44" %in% colnames(dataframe)) {
    outcome_df = dataframe %>% select(xist, eif1ay, ankrd44)
    outcome_df = dataframe + 1
    outcome_df = log(outcome_df)
    outcome_df = pairwise_col_diff(outcome_df) %>% as.matrix()
    outcome_df = data.frame(outcome_df)
    
    # Can replace this with an already preprocessed dataframe
    known_genes = c("xist", "eif1ay", "ankrd44")
    p_GSE46474 = pData(GSE46474)
    p_GSE46474$outcome = ifelse(p_GSE46474$characteristics_ch1.1 == "Sex: M", 0, 1)
    exprs_GSE46474 = data.frame(t(exprs(GSE46474)))
    colnames(exprs_GSE46474) = lower(colnames(exprs_GSE46474))
    exprs_GSE46474 = exprs_GSE46474 %>% select(known_genes)
    exprs_GSE46474 = exprs_GSE46474 + 1
    exprs_GSE46474 = log(exprs_GSE46474)
    exprs_GSE46474 = pairwise(exprs_GSE46474) %>% as.matrix()
    exprs_GSE46474 = data.frame(exprs_GSE46474)
    
    model = knn(exprs_GSE46474, outcome_df, p_GSE46474$outcome, k = 3)
    
    dataframe$gender = model
    dataframe$outcome = outcome
    
    return(dataframe)
    
  }
}
```

```{r}
# Show boxplot for expression levels for each gene split by source dataset
```



